THE RELATIONS AMONG INSTANTANEOUS ROTATION VECTORS OF A PARALLEL TIMELIKE RULED SURFACE

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Mathematical Sciences and Applications E-Notes
Volume:1 Issue:1
THE RELATIONS AMONG INSTANTANEOUS ROTATION VECTORS OF A PARALLEL TIMELIKE RULED SURFACE

THE RELATIONS AMONG INSTANTANEOUS ROTATION VECTORS OF A PARALLEL TIMELIKE RULED SURFACE

Authors : Cumali EKİCİ, Üziyasavci, Yasinünlütürk

Pages : 79-89

View : 33 | Download : 7

Publication Date : 2013-06-01

Article Type : Research Paper

Abstract :In this paper, geometric invariants of a parallel timelike ruled surface with a timelike ruling have been given in terms of those of the main surface.The instantaneous velocities for Frenet, Darboux and Blaschke trihedrons ofa parallel timelike ruled surface have been calculated by using their derivativeformulas. The relations among dual Lorentzian instantaneous rotation vectorshave been obtained for these trihedrons
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